Complex projective space - Open Access .click

Data Compression Conference (DCC'06), 2006
This paper derives bounds on the asymptotic expected distortion (high rate) for quantization on the complex projective space denoted as /spl Copf/P/sup n-1/. In essence the problem of quantization in an Euclidean space with constraints can be posed as an unconstrained problem on an appropriate manifold.
Bishwarup Mondal, Satyaki Dutta, Robert W. Heath Jr. +2 more
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The eigen functions of the complex projective space

Acta Mathematica Sinica, 1998
Let \(\lambda_0=0\leq \lambda_1\leq\ldots\leq \lambda_p\leq\dots,\) be the eigenvalues of the Laplace-Beltrami operator on complex projective space \(\mathbb{C} P^n\) and \({\mathcal H}_p\) be the space of eigenvectors corresponding to \(\lambda_p\).
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On Contact Submanifolds in Complex Projective Spaces

Mathematische Nachrichten, 1999
AbstractWe treat n‐dimensional real submanifolds of complex projective spaces in the case when the maximal holomorphic tangent subspace is (n ‐ 1)‐dimensional. In particular, we study the case when the induced almost contact structure on a submanifold is contact, we establish a few characteristics of the shape operator with respect to the distinguished
Djorić, Mirjana, Okumura, Masafumi
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projective space
fos: mathematics
global submanifolds

mathematics - algebraic topology
mathematics
extended supersymmetry

topology
53.80
510.mathematics